Acids and Bases in Water


Self-ionization of Water
Liquid water is in equilibrium through solvated hydroxide and also solvated protons. We typically use a value concerned the equilibrium constant to define the concentration of this solvated ion in water. The water dissociation constant, Kw, is 1 x 10-14.
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pH = -log


Strong Acids
Strong acids dissociate totally in aqueous solution and also have an unfavorable values for Ka. We deserve to assume the the
Weak Acids
Weak mountain are only partially dissociated in aqueous solution. The Ka values explain the equilibrium and also the pKa = -log(Ka). Few of the weak acids space in the table below.Acid | Reaction | pKa |
hydrofluoric acid | HF H+ + F- | 3.17 |
carbonic acid | H2CO3 H+ + HCO3- | 6.37 |
bicarbonate | HCO3- H+ + CO3-2 | 10.25 |
bisulfate | HSO4- H+ + SO4-2 | 1.99 |
ammonium | NH4+ H+ + NH3 | 9.24 |
hydrogen sulfide | H2S H+ + HS- | 7.0 |
water | H2O H+ + HO- | 15.74 |
ammonia | NH3 H+ + NH2- | 38 |
Strong Bases
Strong hydroxide bases are totally dissociated in aqueous solution. Other solid bases react totally with water. Strong bases encompass NaOH, LiOH, Ca(OH)2, NaNH2.
Weak Bases
Weak bases are in equilibrium v water. The Kb values define the equilibrium and the pKb = -log(Kb).
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Base | Reaction | pKb |
NH3 | NH3 + H2O NH4+ + HO- | 4.76 |
HS- | HS- + H2O H2S + HO- | 7 |
CO3-2 | CO3-2 + H2O HCO3- + HO- | 3.75 |
SO4-2 | SO4-2 + H2O HSO3-2 + HO- | 12.01 |
Buffers
A solution containing a weak acid and also its conjugate base resists alters in pH if little amounts of mountain or base room added. A equipment that consists of equal concentrations of both the weak acid and the conjugate base has a pH same to the pKa the the acid. For example, the pH that a solution that is 0.1 M in HSO4-2 and 0.1 M in SO4-2 will certainly be about 2.